The possible shock reflection patterns in steady and unsteady flow are described in detail, and conditions which have been calculated from the Rankine-Hugoniot relations are stated for their existence. There are experimental results which show reflection patterns in unsteady flow which are forbidden by these conditions. It is suggested that a discrepancy between theory and experiment may be explained in terms of viscous effects. To confirm this a theoretical investigation is made for weak shocks and it is found that viscous effects are important both in the boundary layer on the surface from which the reflection takes place, and in the immediate neighbourhood of the triple point in a Mach reflection
The paper deals with the transition conditions from regular to irregular two-dimensional shock wave ...
It is shown that simple physical principles coupled with the inviscid shock jump relations can be ap...
The reflection of weak shocks constitutes a challenging problem from a modelling and numerical point...
This book provides a comprehensive state-of-the-knowledge description of the shock wave reflection p...
Abstract. The viscosity effects on strong and weak shock wave reflection are investigated with the N...
In the reflection of shock waves off a surface von Neumann’s theory assumes compressible and invisc...
Consider a plane shock wave I travelling from right to left with a constant speed q_s into a uniform...
This work discusses the possibility of reconstructing, both numerically and experimentally, the stea...
The reflection of shock waves will be examined by means of the Finite Element Method for different s...
Ernst Mach recorded experimentally, in the late 1870s, two different shock-wave reflection configura...
At the previous AFMC, the background for expecting a departure from Rankine-Hugoniot theory at the b...
The length scale criteria is widely accepted as an explanation for transition and hence existence of...
The unsteady reflection of cylindrical converging shock waves over convex obstacles is investigated ...
This book is aimed to make careful analysis to various mathematical problems derived from shock refl...
Measurements of the reflection characteristics of shock waves from a flat surface with a laminar and...
The paper deals with the transition conditions from regular to irregular two-dimensional shock wave ...
It is shown that simple physical principles coupled with the inviscid shock jump relations can be ap...
The reflection of weak shocks constitutes a challenging problem from a modelling and numerical point...
This book provides a comprehensive state-of-the-knowledge description of the shock wave reflection p...
Abstract. The viscosity effects on strong and weak shock wave reflection are investigated with the N...
In the reflection of shock waves off a surface von Neumann’s theory assumes compressible and invisc...
Consider a plane shock wave I travelling from right to left with a constant speed q_s into a uniform...
This work discusses the possibility of reconstructing, both numerically and experimentally, the stea...
The reflection of shock waves will be examined by means of the Finite Element Method for different s...
Ernst Mach recorded experimentally, in the late 1870s, two different shock-wave reflection configura...
At the previous AFMC, the background for expecting a departure from Rankine-Hugoniot theory at the b...
The length scale criteria is widely accepted as an explanation for transition and hence existence of...
The unsteady reflection of cylindrical converging shock waves over convex obstacles is investigated ...
This book is aimed to make careful analysis to various mathematical problems derived from shock refl...
Measurements of the reflection characteristics of shock waves from a flat surface with a laminar and...
The paper deals with the transition conditions from regular to irregular two-dimensional shock wave ...
It is shown that simple physical principles coupled with the inviscid shock jump relations can be ap...
The reflection of weak shocks constitutes a challenging problem from a modelling and numerical point...